Describes the use of inverse scattering theory in seismic imaging for seismic processing practitioners and theoretical geophysicists.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Robert H. Stolt is currently a Geoscience Fellow at ConocoPhillips, Texas. He is an Honorary Member of the Society of Exploration Geophysicists (SEG) and of the Geophysical Society of Tulsa (GST). He obtained a Ph.D. in theoretical physics at the University of Colorado in 1970 and joined Conoco in 1971. He spent 1979 to 1980 at Stanford University, California as Consulting Professor and Acting Director of the Stanford Exploration Project. In 1980 he received the Reginald Fessenden Award for original contributions to geophysics and in 1998 the DuPont Lavoisier Medal for technical achievement. From 1979 to 1985 he was SEG Associate Editor for seismic imaging and inversion, was SEG editor from 1985 to 1987 and SEG Publications Committee Chairman from 1987 to 1989. In 1994 he served as Technical Program Chairman of the Sixty-Fourth Annual SEG Meeting in Los Angeles. Stolt has authored numerous scientific publications, including an earlier text on seismic migration.
Inhaltsangabe
1. Introduction: modeling, migration, imaging, and inversion 2. Basic migration concepts 3. Prestack migration 4. Migration limitations 5. Models for wave propagation and reflection 6. Green's functions 7. The scattering potential 8. Reflectivity 9. Synthesizing reflection data 10. f-k migration 11. Asymptotic modeling and migration 12. Residual asymptotic migration 13. Asymptotic data mapping and continuation 14. Least-squares asymptotic migration Appendix A. Conventions and glossary of terms Appendix B. Coordinates, vectors, and identities Appendix C. Fourier and radon transforms Appendix D. Surface and pointwise reflectivity Appendix E. Useful filters Appendix F. The phase integral and the stationary phase approximation Appendix G. The diffraction integral Appendix H. Wave-based, ray-based and reflector-based coordinates.
1. Introduction: modeling, migration, imaging, and inversion 2. Basic migration concepts 3. Prestack migration 4. Migration limitations 5. Models for wave propagation and reflection 6. Green's functions 7. The scattering potential 8. Reflectivity 9. Synthesizing reflection data 10. f-k migration 11. Asymptotic modeling and migration 12. Residual asymptotic migration 13. Asymptotic data mapping and continuation 14. Least-squares asymptotic migration Appendix A. Conventions and glossary of terms Appendix B. Coordinates, vectors, and identities Appendix C. Fourier and radon transforms Appendix D. Surface and pointwise reflectivity Appendix E. Useful filters Appendix F. The phase integral and the stationary phase approximation Appendix G. The diffraction integral Appendix H. Wave-based, ray-based and reflector-based coordinates.
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